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Last basketball season, Jungmann only hit 60% of her free throws. She was determined to improve for the next season, so she took 100 practice free throws every day all summer and fall. In the first 3 games of this season, she hit 12 out of 16 free throws, or 75% of her shots. We want to carry out a simulation to estimate the probability that she would make 12 or more of the first 16 free throws if she truly did not improve.

a) Describe how to use a random number table to perform one trial of the simulation. Do not perform the simulation.